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Kinetic modeling of self-aggregation in solutions with coexisting spherical and cylindrical micelles at arbitrary initial conditions. / Shchekin, A.K.; Babintsev, I.A.; Adzhemyan, L.T.; Volkov, N.A.

In: RSC Advances, Vol. 4, No. 93, 2014, p. 51722-51733.

Research output: Contribution to journal › Article › peer-review

Harvard

Shchekin, AK, Babintsev, IA, Adzhemyan, LT & Volkov, NA 2014, 'Kinetic modeling of self-aggregation in solutions with coexisting spherical and cylindrical micelles at arbitrary initial conditions', RSC Advances, vol. 4, no. 93, pp. 51722-51733. https://doi.org/10.1039/c4ra08683j

APA

Shchekin, A. K., Babintsev, I. A., Adzhemyan, L. T., & Volkov, N. A. (2014). Kinetic modeling of self-aggregation in solutions with coexisting spherical and cylindrical micelles at arbitrary initial conditions. RSC Advances, 4(93), 51722-51733. https://doi.org/10.1039/c4ra08683j

Vancouver

Shchekin AK, Babintsev IA, Adzhemyan LT, Volkov NA. Kinetic modeling of self-aggregation in solutions with coexisting spherical and cylindrical micelles at arbitrary initial conditions. RSC Advances. 2014;4(93):51722-51733. https://doi.org/10.1039/c4ra08683j

Author

Shchekin, A.K. ; Babintsev, I.A. ; Adzhemyan, L.T. ; Volkov, N.A. / Kinetic modeling of self-aggregation in solutions with coexisting spherical and cylindrical micelles at arbitrary initial conditions. In: RSC Advances. 2014 ; Vol. 4, No. 93. pp. 51722-51733.

BibTeX

@article{6bd1bc06588d425199844287a755f95a,
title = "Kinetic modeling of self-aggregation in solutions with coexisting spherical and cylindrical micelles at arbitrary initial conditions",
abstract = "We have numerically studied the nonlinear dynamics of aggregation of surfactant monomers in a micellar solution. The study has been done on the basis of a discrete form of the Becker-{\"D}oring kinetic equations for aggregate concentrations. The attachment–detachment coefficients for these equations were determined from the extended Smoluchowski diffusion model. Three typical situations at arbitrary large initial deviations from the final aggregative equilibrium with coexisting premicellar aggregates, spherical and cylindrical micelles have been considered. The first situation corresponds to micellization in the solution where initially only surfactant monomers were present. The other two situations refer to nonlinear relaxation in the cases of substantial initial excess and deficit of surfactant monomers in solution over their equilibrium concentration in the presence of spherical and cylindrical aggregates. The interplay between non-equilibrium time-dependent concentrations of premicellar aggregates, spherical",
author = "A.K. Shchekin and I.A. Babintsev and L.T. Adzhemyan and N.A. Volkov",
year = "2014",
doi = "10.1039/c4ra08683j",
language = "English",
volume = "4",
pages = "51722--51733",
journal = "RSC Advances",
issn = "2046-2069",
publisher = "Royal Society of Chemistry",
number = "93",

}

RIS

TY - JOUR

T1 - Kinetic modeling of self-aggregation in solutions with coexisting spherical and cylindrical micelles at arbitrary initial conditions

AU - Shchekin, A.K.

AU - Babintsev, I.A.

AU - Adzhemyan, L.T.

AU - Volkov, N.A.

PY - 2014

Y1 - 2014

N2 - We have numerically studied the nonlinear dynamics of aggregation of surfactant monomers in a micellar solution. The study has been done on the basis of a discrete form of the Becker-D̈oring kinetic equations for aggregate concentrations. The attachment–detachment coefficients for these equations were determined from the extended Smoluchowski diffusion model. Three typical situations at arbitrary large initial deviations from the final aggregative equilibrium with coexisting premicellar aggregates, spherical and cylindrical micelles have been considered. The first situation corresponds to micellization in the solution where initially only surfactant monomers were present. The other two situations refer to nonlinear relaxation in the cases of substantial initial excess and deficit of surfactant monomers in solution over their equilibrium concentration in the presence of spherical and cylindrical aggregates. The interplay between non-equilibrium time-dependent concentrations of premicellar aggregates, spherical

AB - We have numerically studied the nonlinear dynamics of aggregation of surfactant monomers in a micellar solution. The study has been done on the basis of a discrete form of the Becker-D̈oring kinetic equations for aggregate concentrations. The attachment–detachment coefficients for these equations were determined from the extended Smoluchowski diffusion model. Three typical situations at arbitrary large initial deviations from the final aggregative equilibrium with coexisting premicellar aggregates, spherical and cylindrical micelles have been considered. The first situation corresponds to micellization in the solution where initially only surfactant monomers were present. The other two situations refer to nonlinear relaxation in the cases of substantial initial excess and deficit of surfactant monomers in solution over their equilibrium concentration in the presence of spherical and cylindrical aggregates. The interplay between non-equilibrium time-dependent concentrations of premicellar aggregates, spherical

U2 - 10.1039/c4ra08683j

DO - 10.1039/c4ra08683j

M3 - Article

VL - 4

SP - 51722

EP - 51733

JO - RSC Advances

JF - RSC Advances

SN - 2046-2069

IS - 93

ER -

ID: 7009329